THE MALTA COSMOLOGY TEMPLATE



Chapter 03 - Blackholes






PARTS

Part 0300
Blackhole
Home Page


Part 0301
Gravitonpair

Physics

Part 0302
Blackhole

Physics

Part 0303
Blackhole

Structure

Part 0304
Blackhole Mechanics


Part 0305
Blackhole Attunement


Blackhole Selfproofs



















Part 0301 - Gravitonpair Physics

ARGUMENT 0301-08

PRECEDENTS
  • 0102-01:     That every graviton has these properties:   mass, spin, and rejectivity.
  • 0103-01:     That every graviton attracts every other graviton in the Universe at a rate proportional to the product of their masses and inversely proportional to the square of the distance between them.
  • 0103-04:     That every gravitonpair has energy which is the movement of its gravitons due to their mutual gravitypull.
  • 0103-06:     That energy is a conserved property. 
  • 0301-03:     That every gravitonpair is adjacent or unadjacent.
  • 0301-04:     That every graviton is adjacently gravitonpaired with at least twelve other gravitons simultaneously.
PARAMETERS
  • Consider that all gravitons have gravity and are thus constantly attracted toward one another. 
  • Consider that all gravitons have rejectivity and are thus subject to the Rejectivity Law.
REASONING
  • Because the gravitons in an adjacent gravitonpair have gravity and rejectivity, their possible behaviour is: 
    • They repeatedly bounce off each other.
    • They orbit each other.
    • They are permanently drawn together to the limits of their rejectivity.
    • They escape from each other by breaking their adjacency.
  • The speed at which an adjacent gravitonpair's gravitons converge and diverge is the vergence velocity.
  • For calculation purposes, the vergence velocity is related to a standard candle
  • The standard candle is a vergence velocity of zero at the gravitonpair's gravitysheath interface.
  • Thus: 
    • A vergence velocity that will carry the gravitons to the gravitonpair's gravitysheath interface but not over it is zero.
    • A vergence velocity that will not carry the gravitons to the gravitonpair's gravitysheath interface is zero minus amount of the shortfall.
    • A vergence velocity that will carry the gravitons over the gravitonpair's gravitysheath interface (and thus break the gravitonpair's adjacency) is zero plus the amount of the excess. 
  • Note that an adjacent gravitonpair's gravitysheath interface is not the same as the gravitysheath interfaces of each of the gravitons it contains. 
CONCLUSION
  • That every adjacent gravitonpair has a vergence velocity.






Comments and suggestions:  peter.ed.winchester@gmail.com

Copyright 2013 Peter (Ed) Winchester



REVISIONS

10 Apr 2015 - Major revisions to layout, content, and numbering.
30 Sep 2016 - revision to nomenclature.
04 Nov 2016 - revision to content and layout.
21 Apr 2017 - teels changed to gravitons.